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Poker Math That Matters

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has us making very dramatic swings in our decision frequencies.<br />

We go from always calling to never calling and vice versa.<br />

Now, here’s the concern for many players. “If I start folding or<br />

calling 100% of the time in this situation, will my opponent start<br />

to notice and begin changing his play?” For example, if we feel<br />

he’s not bluffing enough, and we’re folding all the time, will he<br />

start to notice we’re folding a lot and start launching more<br />

bluffs? Having an opponent begin making these adjustments is<br />

called counter-exploitation. We discover our exploitive play<br />

opens us up to counter-exploitation. Our responsive play has<br />

allowed our opponent to act responsively to our play as well.<br />

There are two requirements for us to be concerned about<br />

counter-exploitation.<br />

1. Our opponent must observe the exploitable behavior.<br />

2. Our opponent must properly act on his observations.<br />

There are couple different ways to respond when we are<br />

concerned with being counter-exploited. One response to the<br />

fear of being counter-exploited is to simply let it happen and try<br />

to stay one step ahead of our opponent. For example, our<br />

opponent has been bluffing too much in spots, and we’ve been<br />

calling with all our bluff catchers. We suddenly realize that he’s<br />

really toned down his bluffing frequencies. Now, we can<br />

respond to this and start folding all our bluff catchers. This<br />

game can go on and on. It’s often called a leveling game by<br />

poker players.<br />

Another response is to start to pull back on our maximally<br />

exploitive strategy. For example, we feel our opponent is<br />

bluffing too much, and we know our maximally exploitive<br />

strategy is to call every time with our bluff catchers. However,<br />

we fear our opponent is good enough to detect the weakness in<br />

that strategy and is also good enough to make a proper

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